Given the following graph, determine which table corresponds to the following table
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Given the following graph, determine which table corresponds to the following table
To solve this problem, we'll follow these steps:
Step 1: Analyze the graph to identify clear points of intersection with integer coordinates.
Step 2: Compare these identified points with each table option to find the correct match.
Now, let's work through each step:
Step 1: Upon inspecting the graph, observe the plotted points of intersection:
- When , - When , - When ,
Step 2: Next, compare these coordinates with each choice provided:
- Option 1: Coordinates do not match.
- Option 2: Coordinates do not match.
- Option 3: Matches , , .
- Option 4: Coordinates do not match.
Therefore, the solution to the problem is Choice 3.
We carefully identified points on the graph and matched them to the provided tables to select the correct option.
Determine whether the following table represents a constant function:
Look for points where the line exactly crosses grid intersections. Read the x-value first (horizontal), then the y-value (vertical). For example, point (2,3) means go right 2 units, up 3 units.
Focus on the points that do land exactly on grid intersections. These give you precise coordinates to match with the tables. Avoid estimating points between grid lines.
Yes! All coordinate pairs in the correct table must lie on the graphed line. Even if some points match, one wrong point means it's the wrong table.
After selecting a table, plot those points on graph paper. If they form the same line as shown in the original graph, you've got the right answer!
Notice the relationship between x and y values. In this case, as x increases by 1, y decreases by 1, showing a negative linear relationship.
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